2015
DOI: 10.3103/s0003701x15030068
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An analytical mathematical modeling to extract the parameters of solar cell from implicit equation to explicit form

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Cited by 41 publications
(22 citation statements)
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“…Least squares and Newton-Raphson method [29] Iterative curve fitting [30] Lambert W-functions [20,[31][32][33][34][35] Integral-based linear least square identification method [36,37] Linear interpolation/extrapolation [38] Chebyshev polynomials [39] Taylor's series expansion [40] Padé approximants [41] Symbolic function [42] Analytical mathematical method [43][44][45] Simple methods based on measured points [46] Metaheuristic methods are powerful in local searches, but they tend to get trapped in locally optimal values and depend on the photovoltaic module's manufacturer's data such as open circuit, short circuit, and maximum power points. Since the photovoltaic cell has triple non-linearity in current-voltage, power-voltage and in intrinsic parameters, deterministic methods cannot extract parameters accurately based on current, voltage and current derivatives with respect to the voltage at short circuit current, maximum power and open circuit voltage.…”
Section: Optimization Methods Referencementioning
confidence: 99%
“…Least squares and Newton-Raphson method [29] Iterative curve fitting [30] Lambert W-functions [20,[31][32][33][34][35] Integral-based linear least square identification method [36,37] Linear interpolation/extrapolation [38] Chebyshev polynomials [39] Taylor's series expansion [40] Padé approximants [41] Symbolic function [42] Analytical mathematical method [43][44][45] Simple methods based on measured points [46] Metaheuristic methods are powerful in local searches, but they tend to get trapped in locally optimal values and depend on the photovoltaic module's manufacturer's data such as open circuit, short circuit, and maximum power points. Since the photovoltaic cell has triple non-linearity in current-voltage, power-voltage and in intrinsic parameters, deterministic methods cannot extract parameters accurately based on current, voltage and current derivatives with respect to the voltage at short circuit current, maximum power and open circuit voltage.…”
Section: Optimization Methods Referencementioning
confidence: 99%
“…}; the calculation formula is given in Appendix A. The remaining parameters R sh , I s and I ph are found by the previous alternatives' Equations (40), (38) and (24). Please note that in this paper, the same diode factor is used for all PV technologies.…”
Section: Cubas2 [2014]mentioning
confidence: 99%
“…This class achieves generally high accuracy but suffers from initialization and convergence issues, high calculation cost and solution suboptimality [1,[11][12][13]. The non-iterative (or explicit or direct or analytical) methods employ a set of equations as well, but are solved symbolically/explicitly (no iterations) resulting in simpler formulation and implementation [12,[14][15][16][17][18][19][20][21][22][23][24][25][26][27][28]. These approaches are essentially variations of the numerical class that employ a series of simplifications and empirical observations to achieve explicit formulation.…”
Section: Introductionmentioning
confidence: 99%
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